I'm curious - is anyone out there checking out of plane shear in masonry walls? Seems like it would make sense to. I found an Australian standard that looks at out of plane shear capacity of CMU retaining walls. But US codes are oddly silent. All of the shear equations in ACI 530 reference shear walls or beam shear and are dependent upon moment. If the moment is zero, f'm actually drops out of the equation (multiplied by zero). For a simply supported wall, moment will be zero where shear is at a max, so that doesn't feel appropriate. Then when you look at all the examples out there in the world...nobody seems to address the out-of-plane shear. For a retaining wall, moment and shear are maximum at the same place, so maybe I could use that equation there...but again, nobody seems to care about it. Perhaps it's been shown to not really matter in normal applications?
I did find this paper that discusses blast loading on masonry walls and the resulting shear failures. They put forward an out of plane dynamic shear strength of Vm=2*√f'm*An. This is similar to the URM shear wall shear stress value of 1.5*√f'm given in ACI 530 for ASD. So maybe the 1.5√f'm would be appropriate here?
But I circle back to the first question...is anyone checking it? If not, why not?
I did find this paper that discusses blast loading on masonry walls and the resulting shear failures. They put forward an out of plane dynamic shear strength of Vm=2*√f'm*An. This is similar to the URM shear wall shear stress value of 1.5*√f'm given in ACI 530 for ASD. So maybe the 1.5√f'm would be appropriate here?
But I circle back to the first question...is anyone checking it? If not, why not?